SENSITIVITY ANALYSIS OF FUZZY SQUARE TRANSITIVE MATRICES AND THEIR APPLICATIONS

References

• Baas , S. M. , H. Kwakernaak [ 1977 ], “ Rating and ranking of multiple aspect alternative using fuzzy sets ”. Automatica , 13 , pp, 47 – 58 .
   Web of Science ®Google Scholar
• Bortolan , G. , R. Degani [ 1985 ], “ A review of some methods for ranking fuzzy subsets ”. Fuzzy Sets and Systems , 15 . pp. 1 – 19 .
   Web of Science ®Google Scholar
• Di Nola , A. , W. Kolodziejczyk , S. Sessa [ 1991 ], “ Transitive solutions of relational equations on finite sets and linear lattices ”. In Lectures Notes in Computer Science , edited by B.. Bouchon Meu-nier, R. R. Yager and L. A. Zadeh , Springer Verlag , Berlin , 521 , pp. 173 – 182 .
   Google Scholar
• Di Nola , A. , W. Pedrycz , S. Sessa [ 1985 ], “ When is a fuzzy relation decomposable in two fuzzy sets? ”. Fuzzy Sets and Systems . 16 , pp. 87 – 90 .
   Google Scholar
• Di Nola , A. , W. Pedrycz , E. Sanchez , S. Sessa [ 1989 ], Fuzzy Relation Equations and Their Applications to Knowledge Engineering . Kluwer Academic Publishers , Dordrecht .
   Google Scholar
• Dubois , D. , H. Prade [ 1980a ], Fuzzy Sets and Systems Theory and Applications . Academic Press , New York .
   Google Scholar
• Dubois , D. , H. Prade [ 1980b ], “ Systems of linear fuzzy constraints ”. Fuzzy Sets and Systems , 3 , pp. 37 – 48 .
   Google Scholar
• Gorzalczany , M B. , J. B. Kiszka , M. S. Slacfiowicz [ 1982 ], “ Some problems of studying adequacy of fuzzy models ”. In Fuzzy Sets and Possibility Theory Recent Developments , edited by R. R. Yager , Pergamon Press , New York , pp. 14 – 31 .
   Google Scholar
• Hashimoto, H. [ 1985 ], “ Decomposition of fuzzy matrices ”. Siam Journal of Algebra and Discrete Mathematics , 6 , pp. 32 – 38 .
   Google Scholar
• Kolodziejczyk, W, [ 1986 ], “ Orlovsky's concept of decision-making with fuzzy preference relation further results ”. Fuzzy Sets and Systems , 19 , pp. 11 – 20 .
   Web of Science ®Google Scholar
• Kolodziejczyk, W. [ 1988a ], “ Decomposition problem of fuzzy relations further results ”. Internalional Journal of General Systems , 14 , pp. 307 – 315 .
   Web of Science ®Google Scholar
• Kolodziejczyk, W. [ 1988b ], “ On equivalence of two optimization methods for fuzzy discrete programming problems ”. European Journal of Operation Researches , 36 , pp. 85 – 91 .
   Google Scholar
• Nakamura , K. [ 1986 ], “ Preference relations on a set of fuzzy utilities as a basis for decision-making ”. Fuzzy Sets and Systems , 20 , pp. 147 – 162 .
   Web of Science ®Google Scholar
• Orlovsky , S. A. [ 1978 ], “ Decision-making with a fuzzy preference relation ”. Fuzzy Sets and Systems , 1 , pp. 155 – 167 .
   Google Scholar
• Ovchinnikov , S. V. , M. Migdal [ 1987 ], “ On ranking fuzzy sets ”. Fuzzy Sets and Systems , 3 , pp. 113 – 116 .
   Google Scholar
• Ovchinnikov , S. V. [ 1991 ], “ Similarity relations, fuzzy partitions and orderings ”. Fuzzy Sets and Systems , 40 , pp. 107 – 126 .
   Google Scholar
• Sanchez , E. [ 1976 ], “ Resolution of composite fuzzy relation equations ”. Information and Control , 30 , pp. 38 – 48 .
   Google Scholar
• Tanaka , H. , K. Asai [ 1984 ], “ Fuzzy linear programming with fuzzy numbers ”. Fuzzy Sets and Systems , 13 , pp. 1 – 10 .
   Web of Science ®Google Scholar
• Thomason , M. G. [ 1977 ], “ Convergence of powers of a fuzzy matrix ”. Journal of Mathematical Analysis and Applications , 57 , pp. 476 – 480 .
   Web of Science ®Google Scholar
• Zadeh , L. A. [ 1971 ], “ Similarity relations and fuzzy orderings ”. Information Sciences , 3 , pp. 177 – 200 .
   Web of Science ®Google Scholar